Erik W. Grafarend, Friedrich W. Krumm

Map Projections

Cartographic Information Systems

• Gebundenes Buch

Produktbeschreibung

In the context of Geographical Information Systems (GIS) the book offers a timely review of map projections (sphere, ellipsoidal, rotational surfaces) and geodetic datum transformations. For the needs of photogrammetry computer vision and remote sensing space projective mappings are reviewed.

Produktdetails

• Verlag: Springer, Berlin
• Seitenzahl: 714
• Erscheinungstermin: Oktober 2010
• Englisch
• Abmessung: 270mm
• Gewicht: 1956g
• ISBN-13: 9783540367017
• ISBN-10: 3540367012
• Artikelnr.: 20880507

Autorenporträt

Erik W. Grafarend, University of Stuttgart, Germany / Friedrich W. Krumm, University of Stuttgart, Germany

Inhaltsangabe

1 From Riemann manifolds to Riemann manifolds.
- 2 From Riemann manifolds to Euclidean manifolds.
- 3 Coordinates.
- 4 Surfaces of Gaussian curvature zero.
- 5 Sphere to tangential plane" : polar (normal) aspect.
- 6 Sphere to tangential plane" : transverse aspect.
- 7 Sphere to tangential plane : oblique aspect.
- 8 Ellipsoid-of-revolution to tangential plane.
- 9 Ellipsoid-of-revolution to sphere and from sphere to plane.
- 10 Sphere to cylinder : polar aspect.
- 11 Sphere to cylinder : transverse aspect.
- 12 Sphere to cylinder : oblique aspect.
- 13 Sphere to cylinder : pseudeo-cylindrical projections.
- 14 Ellipsoid-of-revolution to cylinder : polar aspect.
- 15 Ellipsoid-of-revolution to cylinder : transverse aspect.
- 16 Ellipsoid-of-revolution to cylinder : oblique aspect.
- 17 Sphere to cone : polar aspect.
- 18 Sphere to cone : pseudo-conic projections.
- 19 Ellipsoid-of-revolution to cone : polar aspect.
- 20 Geodetic mapping.
- 21 Datum problems.
- A. Law and Order.
- B. The inverse of a multivariate homogeneous polynomial.
- C. Elliptic integrals.
- D. Korn-Lichtenstein and d'Alembert-Euler equations.
- E. Geodesics.
- F. Mixed cylindric map projections.
- G. Generalized Mollweide projection.
- H. Generalized Hammer projection.
- I. Mercator projection and polycylindric projection.
- J. Gauss surface normal coordinates in geometry and gravity space.
- Bibliography.
- Index.